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29 March 2024
 
  » arxiv » math.OA/0311201

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Hyper-reflexivity of free semigroupoid algebras
Frédéric Jaëck ; Stephen C. Power ;
Date 12 Nov 2003
Subject Operator Algebras MSC-class: 47L80 | math.OA
AbstractAs a generalization of the free semigroup algebras considered by Davidson and Pitts, and others, the second author and D.W. Kribs initiated a study of reflexive algebras associated with directed graphs. A free semigroupoid algebra L_G is generated by a family of partial isometries, and initial projections, acting on a generalized Fock space spawned from the directed graph G. We show that if the graph is finite then the algebra L_G is hyper-reflexive.
Source arXiv, math.OA/0311201
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